A Real
AB Real
AC Real
ABC Real
Best Fit -- A
ra rb rc phib phic
0.3182019 0.6133586 0.6161238 2.729814 5.239286
Resid SumSq = 0.001866774
Ratio: A/B
r[R] = 0.5187861
s.e. = 0.0379203
C.I. (delta method): ( 0.4444637 , 0.5931086 )
C.I. (Fieller method): ( 0.445 , 0.5938 )
2nd Derivative : -0.7511481
phi[R] = -2.729814
s.e. = 0.1003198
Ratio: B/A
r[R] = 1.927577
s.e. = 0.1408948
C.I. (delta method): ( 1.651428 , 2.203725 )
C.I. (Fieller method): ( 1.6841 , 2.2471 )
2nd Derivative : -0.1984832
phi[R] = 2.729814
s.e. = 0.1003198
Ratio: A/C
r[R] = 0.5164577
s.e. = 0.03653957
C.I. (delta method): ( 0.4448415 , 0.588074 )
C.I. (Fieller method): ( 0.4449 , 0.5882 )
2nd Derivative : -0.7583572
phi[R] = -5.239286
s.e. = 0.1219691
Ratio: C/A
r[R] = 1.936267
s.e. = 0.1369916
C.I. (delta method): ( 1.667768 , 2.204765 )
C.I. (Fieller method): ( 1.7 , 2.2475 )
2nd Derivative : -0.1984832
phi[R] = 5.239286
s.e. = 0.1219691
Ratio: B/C
r[R] = 0.9955118
s.e. = 0.02856811
C.I. (delta method): ( 0.9395194 , 1.051504 )
C.I. (Fieller method): ( 0.9408 , 1.0529 )
2nd Derivative : -0.7583572
phi[R] = -2.509471
s.e. = 0.07700137
Ratio: C/B
r[R] = 1.004508
s.e. = 0.02882628
C.I. (delta method): ( 0.94801 , 1.061007 )
C.I. (Fieller method): ( 0.9498 , 1.063 )
2nd Derivative : -0.7511481
phi[R] = 2.509471
s.e. = 0.07700137
ra rb rc phic
-0.3342759 0.6187387 0.6218059 2.546161
Resid SumSq = 0.005369145
Ratio: A/B
r[R] = -0.5402537
s.e. = 0.05619656
C.I. (delta method): ( -0.650397 , -0.4301105 )
C.I. (Fieller method): ( -0.6524 , -0.4316 )
2nd Derivative : -0.762579
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = -1.850982
s.e. = 0.1925370
C.I. (delta method): ( -2.228348 , -1.473617 )
C.I. (Fieller method): ( -2.3168 , -1.5328 )
2nd Derivative : -0.2147282
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = -0.5375888
s.e. = 0.05403596
C.I. (delta method): ( -0.6434974 , -0.4316803 )
C.I. (Fieller method): ( -0.6443 , -0.4322 )
2nd Derivative : -0.7712565
phi[R] = -2.546161
s.e. = 0.1232638
Ratio: C/A
r[R] = -1.860158
s.e. = 0.1869745
C.I. (delta method): ( -2.226621 , -1.493694 )
C.I. (Fieller method): ( -2.314 , -1.5522 )
2nd Derivative : -0.2147282
phi[R] = 2.546161
s.e. = 0.1232638
Ratio: B/C
r[R] = 0.9950673
s.e. = 0.0443565
C.I. (delta method): ( 0.9081301 , 1.082004 )
C.I. (Fieller method): ( 0.9111 , 1.0853 )
2nd Derivative : -0.7712565
phi[R] = -2.546161
s.e. = 0.1232638
Ratio: C/B
r[R] = 1.004957
s.e. = 0.04479735
C.I. (delta method): ( 0.917156 , 1.092758 )
C.I. (Fieller method): ( 0.9214 , 1.0976 )
2nd Derivative : -0.762579
phi[R] = 2.546161
s.e. = 0.1232638
ra rb rc
0.3502535 -0.6083131 0.6198266
Resid SumSq = 0.009552544
Ratio: A/B
r[R] = -0.5757784
s.e. = 0.06564623
C.I. (delta method): ( -0.7044426 , -0.4471141 )
C.I. (Fieller method): ( -0.7071 , -0.4489 )
2nd Derivative : -0.7353642
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = -1.736779
s.e. = 0.1980155
C.I. (delta method): ( -2.124883 , -1.348676 )
C.I. (Fieller method): ( -2.2276 , -1.4142 )
2nd Derivative : -0.2334290
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = 0.5650831
s.e. = 0.06334284
C.I. (delta method): ( 0.4409334 , 0.6892328 )
C.I. (Fieller method): ( 0.4418 , 0.6906 )
2nd Derivative : -0.7651372
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = 1.769651
s.e. = 0.1983686
C.I. (delta method): ( 1.380856 , 2.158446 )
C.I. (Fieller method): ( 1.448 , 2.2637 )
2nd Derivative : -0.2334290
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = -0.9814247
s.e. = 0.05532345
C.I. (delta method): ( -1.089857 , -0.8729928 )
C.I. (Fieller method): ( -1.0951 , -0.8776 )
2nd Derivative : -0.7651372
phi[R] = 0
s.e. = 0
Ratio: C/B
r[R] = -1.018927
s.e. = 0.05743747
C.I. (delta method): ( -1.131502 , -0.9063515 )
C.I. (Fieller method): ( -1.1395 , -0.9131 )
2nd Derivative : -0.7353642
phi[R] = 0
s.e. = 0
ra rb rc phib
0.3345055 0.6170654 0.6187821 2.718042
Resid SumSq = 0.007667101
Ratio: A/B
r[R] = 0.5420909
s.e. = 0.0676269
C.I. (delta method): ( 0.4095446 , 0.6746372 )
C.I. (Fieller method): ( 0.4116 , 0.6775 )
2nd Derivative : -0.7571012
phi[R] = -2.718042
s.e. = 0.1521429
Ratio: B/A
r[R] = 1.844709
s.e. = 0.2301311
C.I. (delta method): ( 1.393661 , 2.295758 )
C.I. (Fieller method): ( 1.4759 , 2.4294 )
2nd Derivative : -0.2111429
phi[R] = 2.718042
s.e. = 0.1521429
Ratio: A/C
r[R] = 0.5405869
s.e. = 0.06503193
C.I. (delta method): ( 0.4131267 , 0.6680472 )
C.I. (Fieller method): ( 0.4137 , 0.6691 )
2nd Derivative : -0.7628379
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = 1.849841
s.e. = 0.2225336
C.I. (delta method): ( 1.413683 , 2.285999 )
C.I. (Fieller method): ( 1.4946 , 2.4174 )
2nd Derivative : -0.2111429
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = 0.9972256
s.e. = 0.05384906
C.I. (delta method): ( 0.8916834 , 1.102768 )
C.I. (Fieller method): ( 0.896 , 1.1077 )
2nd Derivative : -0.7628379
phi[R] = 2.718042
s.e. = 0.1521429
Ratio: C/B
r[R] = 1.002782
s.e. = 0.0541491
C.I. (delta method): ( 0.8966518 , 1.108912 )
C.I. (Fieller method): ( 0.9028 , 1.1161 )
2nd Derivative : -0.7571012
phi[R] = -2.718042
s.e. = 0.1521429
Produced by Stephen Wilson, 2008
For details on development, please email sw1703@me.com